Stabilization of a class of stochastic distributive parameter systems with feedback control
一类随机分布参数系统反馈控制的镇定

The stabilization of a class of stochastic distributive parameter systems is studied.To reach the aim,the main method is to regard the integral with respect to the spatial variables of the solution stochastic field of the system considered as the solution process of the corresponding stochastic ordinary differential equation;hence,to apply It? differential formula to the constructed average Lyapunov function as to be spatial variables.Some constructive algebraic criterions are given.